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51篇 您的检索式:作者名="Reiten"
    题名 作者 年代 出处 被引量
1Modules of finite projective dimension for standardly stratified algebras显示文摘Platzeck M I Reiten I 2001Comm Algebra2001,29,3:1
2Applications of contravariantly finite subcategories显示文摘Auslander M Reiten I 1991Adv Math1991,86,1:1
3Glomerular collagen V codeposition and hepatic perisinusoidal collagen Ⅲ accmnulation in canine collagen type Ⅲ glomerulopathy显示文摘Rortveit R Reiten M R Lingaas F 2015Vet Pathol2015,52,6:1
4Representation theory of artin algebras Ⅲ:almost split sequences显示文摘Auslander M Reiten I 0,,:1
5Applications of contravariantly finite subcategories显示文摘Auslander M Reiten I 1991Advances in Math1991,86,:1
6Coxeter functors without diagrams显示文摘Auslander M Platzeck M I Reiten I 1979Trans Amer Math Soc1979,250,:1
7Syzygy module for Northerian rings显示文摘AUSLANDER M REITEN I 1996Journal of Algebra1996,183,1:1
8K-Gorenstein algebras and syzygy module显示文摘AUSLANDER M REITEN I 1994Pure and Appl:Algebra1994,92,1:1
9Cluster structure for 2-Calabi-Yau categories and unipotent groups显示文摘Buan A Iyama O Reiten I 2009Compos Math2009,145,4:1
10Time resolved synthetic aperture terahertz impulse imaging显示文摘McClatchey K Reiten M T 2001Applied Physics Letters2001,79,27:1
11Representation Theory of Artin Algebras 显示文摘AUSLANDER M REITEN I SMA S O 1996Bulletin of the American Math- ematical Society1996,33,4:1
12Applications of contravariantly finite subcategories显示文摘AUSLANDER M REITEN I 1991A Dvances in Math1991,86,:1
13Noetherian hereditary a- belian categories satisfying Serre duality显示文摘Reiten I Van den Bergh M 2002J Am Math Soc2002,15,2:1
14Representation theory of Artin algebras Ⅲ: Almost split sequences 显示文摘AUSLANDER M REITEN I 1975Comm Algehra1975,,3:1
15Tera-hertz Metamaterials for Linear Polarization Conversion and Anomalous Refraction显示文摘Nathaniel K Grady Jane E Heyes Dibakar Roy Chowdhu-ry Yong Zeng Matthew T Reiten AbulK Azad Antoi-nette J Taylor DiegoA R Dalvit Hou-Tong Chen 0,,:1
16Cluster-tilted algebras 显示文摘Buan A Marsh R Reiten I 2007Trans Amer Math Soc2007,459,1:1
17Cluster-tilted algebras are Gorenstein and stably Calabi Yau显示文摘KELLER B REITEN I 2007Adv Math2007,211,1:1
18Cluster-tilted algebras are Gorenstein and stably Calabi-Yau显示文摘Keller B Reiten I 2007Adv Math2007,211,:1
19τ-tilting theory显示文摘ADACHI T IYAMA O REITEN I 2012Compositio Mathematica2012,150,3:1
20Noetherian hereditary abelian categories satisfying Serre duality显示文摘Reiten I Van den Bergh 2002J Amer Math Soc2002,15,:1
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